Subject Details
Dept     : ECE
Sem      : 4
Regul    : 2019
Faculty : R.PRABHA
phone  : NIL
E-mail  : prabhasubi11@gmail.com
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Lecture Notes

UNIT 1:
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Vector analysis
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Coulomb’s law-Electric field intensity due to point charge, Line charge
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Electric field intensity due to sheet of charges-Superposition property
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Coulomb’s law-Electric field intensity due to point charge, Line charge
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Electric potential: Potential due to a point charge
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Electric potential: Potential due to Line charge and dipole
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Gradient of potential-Electric flux Density
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Gauss Law and its applications
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Divergence of Flux density
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Poisson’s and Laplace Equations
UNIT 2:
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Dielectrics-polarization- Method of Images
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Dielectric Boundary Condition
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Capacitance: Parallel plate, isolated sphere
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Capacitance: Spherical shells, Coaxial Cylinder
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Energy and Energy Density in a capacitor
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Energy in the charged distribution
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Current-Current Density-point form of ohms law
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Continuity equation for current
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Duality of current Density and Electric flux density
UNIT 3:
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Biot-Savart’s Law
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Ampere’s Circuital law
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Magnetic Field Intensity and flux density
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Magnetic Field Intensity due to current carrying wire
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Magnetic Field Intensity due to current carrying wire
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Lorentz’s force equation- force between two wires
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Torque equation – Design Thinking Approach
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Boundary Conditions
UNIT 4:
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Faraday’s Law
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Displacement current
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Maxwell’s equation in Integral form for steady and time varying fields
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Maxwell’s equation in Integral form for steady and time varying fields
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Maxwell’s equation in Differential form for steady and time varying fields
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Poynting vector and power flow
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Poynting vector and power flow
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Scalar and vector magnetic potential stokes theorem
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Scalar and vector magnetic potential stokes theorem
UNIT 5:
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Derivation of wave equation-uniform plane waves
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Maxwell’s equation in phasor form
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Wave equation in phasor form
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Plane waves in free space and in homogenous material
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Wave equation for a conducting medium
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Plane waves in a lossy dielectrics
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Depth of penetration
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Wave equation for a conducting medium